The correlation function of the primaries with the stress tensor can be expressed as the correlation function of the primaries ([1]}, [2]}) via
\(\langle T(w)\mathcal {O}_{1}(w_{1}) \mathcal {O}_{2}(w_{2})...\mathcal {O}_{n}(w_{n})\rangle =\left(\sum _{i}^{n}\frac{h_{i}}{(w-w_{i})^{2}} +\frac{1}{(w-w_{i})}\frac{\partial }{\partial w_{i}}\right)\langle \mathcal {O}_{1}(w_{1})\mathcal {O}_{2}(w_{2})...\mathcal {O}_{n}(w_{n})\rangle \) 
